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Measurement System Analysis (MSA)
Validating your measurement systemsg y y
Measurement Uncertainty
LSL USL
Measurement
point pass or
reject?
• Imagine you measure a component and find it to be at the point
shown within the specification limits
• Would you pass or reject the component?
Measurement Uncertainty
LSL USL
Measurement
point pass or
reject?
• You now discover that is has a measurement error associated with it
as shown by the error bar above
• Would you pass or reject the component?
Main sources of variation
• Materials
M th d• Methods
• Machines
• People
• Environment
Measurement System Analysis - MSA
• A scientific and objective method of analysing the validity
of a measurement systemof a measurement system.
• A tool which quantifies
– Equipment variationq p
– Appraiser (operator) variation
– The total variation of a measurement system
E amples of meas rement s stems• Examples of measurement systems
– Micrometer
– Shadowgraphg p
– Go/no-go gage
– Data collection form
S r e– Survey
– On-time delivery report
Variation
Part
Variability
Measurement
Variability
Total
Observed Variability
Process A
σ²Actual (Part) + σ²Meas. syst. = σ²Observed Total
Process B
Which process is best? Which is easier to improve?
Components of Measurement Error
1. Resolution/Discrimination
2. Accuracy (bias)
3. Linearity
4. Stability (consistency)
5. Precision – Repeatability & Reproducibility
1. Resolution
D fi iti Th bilit t
What is the length of this
component to the nearest 10th?
• Definition: The capability to
detect the smallest acceptable
change
C I d t
1         2        3        4
Poor resolution• Cause: Inadequate
measurement units
• Guideline “10 bucket rule”
Poor resolution
1        2         3        4
– Increments in the measurement
system should be one tenth of the
product specification or process
variation
Better resolution
What percent of requests are issuedvariation
• Actions:
– Change measurement device
– Record sample averages
Customer Name ________________
Date Received ________________
Date Issued ________________
within 4 hours of receipt??
Record sample averages
– Live with it but understand its
limitations Customer Name ________________
Date Received ________________
Time Received ________________
Poor resolution
R l ti 1/10th Date Issued ________________
Time Issued ________________
Better resolution
Resolution 1/10th
2. Accuracy /Bias
A /Bi Diff
Master value
Reference standard
• Accuracy/Bias: Difference
between the observed average
value and the master reference
XX
X X
• Master value is an accepted,
traceable reference standard
• Actions:
X
X
XX
X
X
X
X
Less accurate• Actions:
– Calibrate regularly
– Use operations instructions
R i ifi ti f
Less accurate
Master value
Reference standard
– Review specifications for
resolution
– Validate data systems input
accuracy
X
XX
X
X
X
accuracy
– Create operational definitions
XX
X
X
X
More accurateMore accurate
3. Linearity
M i “ ” d/• Measurement is “true” and/or
consistent across the range of
the “gauge”
uredegC
• Actions
– Check gauge specification
Rebuild/replace gauge
Linear
range
Temperat
– Rebuild/replace gauge
– Use within restricted range
– Use correction factor
Gauge reading deg C
Form Linearity
Super Outstanding 10Super Outstanding 10
Outstanding 9
Incredible 8
Excellent 7
Great 6Great 6
Very Good 5
Good 4
OK 3
Fair 2Fair 2
Poor 1
4. Stability
M i
Time 1 Time 2
• Measurements remain
constant and predictable over
time i.e. accuracy remains
Shift
constant
• No drifting, sudden shifts or
cyclescycles
• Actions
– maintain and service
equipment
– use control charts
– use SOP
– ensure adequate training
– regular audits
5. Precision – Repeatability & Reproducibility
R t bilit i ti th t
Master value
Reference standard
• Repeatability - variation that
occurs when repeated
measurements are made of the
same item nder identical X
XX
X
X
X
same item under identical
conditions
• Actions
Poor precision
X
XX
X
X
X
– repair, replace, adjust
– SOP
• Reproducibility – variation that
Poor precision
Master value
Reference standard
results when different conditions
are used to make the same
measurements
XXXX
XXX
XX
X• Actions
– training
– SOP
Good precision
XXXXX
Good precision
Gauge R&R Studies
• Method of assessing Repeatability & Reproducibility of a
measurement systemmeasurement system
• A number of appraisers (usually two or three) measure a
number of parts (or process output) (usually 5 to 20) anumber of parts (or process output) (usually 5 to 20) a
number of times (usually two or three)
• The results are compared within each appraiserThe results are compared within each appraiser
(Repeatability) and between appraisers (Reproducibility)
• Randomisation is critical for repeat measurements top
avoid learning or copying.
Gage R&R Study – Continuous Data
Three appraisers, two 
measurements eachmeasurements each
% of Tolerance
% of Total Variation
EV=Equip’t Variation
AV=Appraiser Variation
PV=Part Variation
R&R = √(EV²+AV²)
Gage R&R Study – Attribute Data
Two appraisers, two 
hmeasurements each
Appraiser Variation
Appraiser vs Control
AV=Appraiser Variation
AC=Appraiser vs Control
R&R = √(AV*AC)
Measurement Error Matching Exercise
X X
Time 1
Time 2
A. B.
1. Resolution/Discrimination
2. Accuracy (bias)
X
X
XX
X
X
X
X
X
Shift
A. B.
y ( )
3. Linearity
X X
4. Stability (consistency)
5. Precision – Repeatability &
Reproducibility
degC
EDC
mperatured
XXXX
XXX
XX
X
E.D.C.
1        2         3        4
Gauge reading deg C
Tem
XXXX

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6.2 msa-gauge-r&r

  • 1. Measurement System Analysis (MSA) Validating your measurement systemsg y y
  • 2. Measurement Uncertainty LSL USL Measurement point pass or reject? • Imagine you measure a component and find it to be at the point shown within the specification limits • Would you pass or reject the component?
  • 3. Measurement Uncertainty LSL USL Measurement point pass or reject? • You now discover that is has a measurement error associated with it as shown by the error bar above • Would you pass or reject the component?
  • 4. Main sources of variation • Materials M th d• Methods • Machines • People • Environment
  • 5. Measurement System Analysis - MSA • A scientific and objective method of analysing the validity of a measurement systemof a measurement system. • A tool which quantifies – Equipment variationq p – Appraiser (operator) variation – The total variation of a measurement system E amples of meas rement s stems• Examples of measurement systems – Micrometer – Shadowgraphg p – Go/no-go gage – Data collection form S r e– Survey – On-time delivery report
  • 6. Variation Part Variability Measurement Variability Total Observed Variability Process A σ²Actual (Part) + σ²Meas. syst. = σ²Observed Total Process B Which process is best? Which is easier to improve?
  • 7. Components of Measurement Error 1. Resolution/Discrimination 2. Accuracy (bias) 3. Linearity 4. Stability (consistency) 5. Precision – Repeatability & Reproducibility
  • 8. 1. Resolution D fi iti Th bilit t What is the length of this component to the nearest 10th? • Definition: The capability to detect the smallest acceptable change C I d t 1         2        3        4 Poor resolution• Cause: Inadequate measurement units • Guideline “10 bucket rule” Poor resolution 1        2         3        4 – Increments in the measurement system should be one tenth of the product specification or process variation Better resolution What percent of requests are issuedvariation • Actions: – Change measurement device – Record sample averages Customer Name ________________ Date Received ________________ Date Issued ________________ within 4 hours of receipt?? Record sample averages – Live with it but understand its limitations Customer Name ________________ Date Received ________________ Time Received ________________ Poor resolution R l ti 1/10th Date Issued ________________ Time Issued ________________ Better resolution Resolution 1/10th
  • 9. 2. Accuracy /Bias A /Bi Diff Master value Reference standard • Accuracy/Bias: Difference between the observed average value and the master reference XX X X • Master value is an accepted, traceable reference standard • Actions: X X XX X X X X Less accurate• Actions: – Calibrate regularly – Use operations instructions R i ifi ti f Less accurate Master value Reference standard – Review specifications for resolution – Validate data systems input accuracy X XX X X X accuracy – Create operational definitions XX X X X More accurateMore accurate
  • 10. 3. Linearity M i “ ” d/• Measurement is “true” and/or consistent across the range of the “gauge” uredegC • Actions – Check gauge specification Rebuild/replace gauge Linear range Temperat – Rebuild/replace gauge – Use within restricted range – Use correction factor Gauge reading deg C Form Linearity Super Outstanding 10Super Outstanding 10 Outstanding 9 Incredible 8 Excellent 7 Great 6Great 6 Very Good 5 Good 4 OK 3 Fair 2Fair 2 Poor 1
  • 11. 4. Stability M i Time 1 Time 2 • Measurements remain constant and predictable over time i.e. accuracy remains Shift constant • No drifting, sudden shifts or cyclescycles • Actions – maintain and service equipment – use control charts – use SOP – ensure adequate training – regular audits
  • 12. 5. Precision – Repeatability & Reproducibility R t bilit i ti th t Master value Reference standard • Repeatability - variation that occurs when repeated measurements are made of the same item nder identical X XX X X X same item under identical conditions • Actions Poor precision X XX X X X – repair, replace, adjust – SOP • Reproducibility – variation that Poor precision Master value Reference standard results when different conditions are used to make the same measurements XXXX XXX XX X• Actions – training – SOP Good precision XXXXX Good precision
  • 13. Gauge R&R Studies • Method of assessing Repeatability & Reproducibility of a measurement systemmeasurement system • A number of appraisers (usually two or three) measure a number of parts (or process output) (usually 5 to 20) anumber of parts (or process output) (usually 5 to 20) a number of times (usually two or three) • The results are compared within each appraiserThe results are compared within each appraiser (Repeatability) and between appraisers (Reproducibility) • Randomisation is critical for repeat measurements top avoid learning or copying.
  • 14. Gage R&R Study – Continuous Data Three appraisers, two  measurements eachmeasurements each % of Tolerance % of Total Variation EV=Equip’t Variation AV=Appraiser Variation PV=Part Variation R&R = √(EV²+AV²)
  • 15. Gage R&R Study – Attribute Data Two appraisers, two  hmeasurements each Appraiser Variation Appraiser vs Control AV=Appraiser Variation AC=Appraiser vs Control R&R = √(AV*AC)
  • 16. Measurement Error Matching Exercise X X Time 1 Time 2 A. B. 1. Resolution/Discrimination 2. Accuracy (bias) X X XX X X X X X Shift A. B. y ( ) 3. Linearity X X 4. Stability (consistency) 5. Precision – Repeatability & Reproducibility degC EDC mperatured XXXX XXX XX X E.D.C. 1        2         3        4 Gauge reading deg C Tem XXXX